Henry divides 1.060 g by 1.0 mL to find the density of his water sample. How many significant figures should he include in the density value that he reports? one two three four
pretty sure its 3
how many sigfigs does the LEAST PRECISE measurement contain?
would it be 1? (the lest precise)
how many sig figs does 1.060g have?
3
4
nope. 4
trailing zeros AFTER a decimal ARE significant
how many sigfis does 1.0mL have?
i belive 2
correct, 1.0mL has 2 sigfigs
so which measurement has the fewest sigfigs?
the one with the least numbers?
and which one is that?
1.0ml?
so if the "worst" measurement is the one with the fewest total sigfigs, then how many sigfigs is the final answer allowed to have?
one!
NO
darn...which one would it be and why?
it's not a question of which one is correct, it's a question of how many digits does the final answer get
the "worst" measurement is the one with the fewest TOTAL sigfigs. That's the measurement of volume, which has 2 sigfigs. That means the final answer gets 2 sigfigs.
gotcha... a little confused but i think i get it
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